Application of problem-oriented GIS technologies for the purposes of cadastral assessment of real estate

2013;
: pp. 183 - 191
Received: August 12, 2013
Accepted: October 23, 2013
Authors: 

Ryabchiy V.A., Ryabchiy V.V.

Found that when the mathematical treatment of the results of measurements of values can be calculated not only the overall arithmetic middle, and probable arithmetic middle that has important properties. It is also proposed to determine the accuracy in estimating the middle quadratic error of unit weight of equations of dimension values.

 

  1. Bol'shakov V.D. Teorija oshibok nabljudenij: uchebnik dlja vuzov [The theory of errors of observation: a textbook for high schools.]. 2-e izd., pererab. i dop. [2nd ed., Rev. and add]. Moscow: Nedra, 1983, 223 p.
  2. Vojtenko S.P. Matematychna obrobka geodezychnyh vymiriv. Teorija pohybok vymiriv: navch. Posibnyk [Mathematical processing of geodetic measurements. Theory of measurement errors: teach. Manual]. Kyiv: KNUBA, 2003, 216 p.
  3. Gajdaev P.A., V.D. Bol'shakov Teorija matematicheskoj obrabotki geodezicheskij izmerenij [The theory of mathematical processing of geodetic measurements]. Moscow: Nedra, 1969, 400 p.
  4. Gerasimov A.P. Sputnikovye geodezicheskie seti [Satellite geodetic network ]. Moscow: OOO «Izdatel'stvo «Prospekt» ["Publisher" Prospectus "], 2012, 176 p.
  5. Zazuljak P.M., V.I. Gavrysh, E.M. Jevsjejeva, M.D. Josypchuk. Osnovy matematychnogo opracjuvannja geodezychnyh vymirjuvan': navch. posibnyk [Fundamentals of mathematical processing of geodetic measurements: teach. Manual]. Lviv: Vydavnyctvo «Rastr-7» [Publishing House "Raster 7"], 2007, 408 p.
  6. Papazov M.G., S.G. Mogil'nyj Teorija oshibok i sposob naimen'shih kvadratov [Theory of errors and the method of least squares ]. Moscow: Nedra, 1968, 302 p.
  7. Rjabchij V.A., V.V. Rjabchij Teorija pohybok vymirjuvan': navch. posibnyk [Theory of measurement errors: teach. manual ]/ V.A. Rjabchij, Dnipropetrovs'k: Nacional'nyj girnychyj universytet [National Mining University], 2006, 166 p.